Book, Paragraph

  1      I, 1 |          universal or particular, e.g. "contraries are subjects
  2      I, 2 |    premiss should be convertible, e.g. if no pleasure is good,
  3      I, 2 |         universally, but in part, e.g. if every pleasure,is good,
  4      I, 2 |           the As should not be B; e.g. let B stand for animal and
  5      I, 3 |        other negative statements, e.g. if one should say, it is
  6      I, 3 |         is added, in predication, e.g. "it is not-good" or "it
  7      I, 4 |         indefinite or particular: e.g. if some B is or is not A,
  8      I, 4 |         indefinite or particular: e.g. if all B is A and some C
  9      I, 5 |       major premiss be universal, e.g. let M belong to no N, and
 10      I, 5 |           as before be universal, e.g. let M belong to all N and
 11      I, 6 |          S, should one of the Ss, e.g. N, be taken, both P and
 12      I, 6 |       syllogism will be possible, e.g. if P belongs to all S and
 13      I, 7 |          minor to the major term, e.g. if A belongs to all or some
 14      I, 7 |        means of the first figure, e.g. in the last figure, if A
 15      I, 7 |     reducing them ad impossibile, e.g. if A belongs to all B, and
 16      I, 9 |           only when the major is, e.g. if A is taken as necessarily
 17      I, 9 |      conclusion not be necessary, e.g. if A were movement, B animal,
 18      I, 13|         conversion by opposition, e.g. "it is possible to belong"
 19      I, 13|          fall short of necessity, e.g. man’s turning grey or growing
 20      I, 13|           both thus and not thus, e.g. an animal’s walking or an
 21      I, 14|     joined with "it is possible": e.g. if A may belong to none
 22      I, 14|         and the minor particular, e.g. A is possible for all B,
 23      I, 15|         false and not impossible: e.g. if A is false, but not impossible,
 24      I, 15|    limitation in respect of time, e.g. to the present or to a particular
 25      I, 15|        negative, and problematic, e.g. if A belongs to all B or
 26      I, 16|           be negative assertoric: e.g. if it is not possible that
 27      I, 16|           the negative syllogism, e.g. BC the minor premiss, or
 28      I, 16|        the affirmative syllogism, e.g. AB the major premiss, is
 29      I, 16|           positive and necessary, e.g. animal-white-man, and where
 30      I, 16|           necessary and negative, e.g. animal-white-garment. But
 31      I, 17|   proposition is not convertible, e.g. if A may belong to no B,
 32      I, 17|        belong to some of the As"; e.g. it is possible that no man
 33      I, 18|         the relation is positive, e.g. health, animal, man, and
 34      I, 18|          and when it is negative, e.g. health, horse, man.~The
 35      I, 19|       necessarily belonging to C; e.g. if C stands for "awake",
 36      I, 19| necessarily will not belong to C; e.g. suppose that A is white,
 37      I, 23|  assumption of its contradictory; e.g. that the diagonal of the
 38      I, 24|    obvious in geometrical proofs, e.g. that the angles at the base
 39      I, 25|  different pairs of propositions; e.g. the conclusion E may be
 40      I, 25|         by syllogistic inference, e.g. by means of D and E, and
 41      I, 25|         the conclusions are many, e.g. A and B and C. But if this
 42      I, 25|          continuous middle terms, e.g. the proposition AB by means
 43      I, 25|         relation to all the rest, e.g. if to ABC the term D is
 44      I, 27|       else truly and universally, e.g. Cleon and Callias, i.e.
 45      I, 27|           and yet others of them, e.g. man of Callias and animal
 46      I, 27|      follow the thing as a whole, e.g. not what follows a particular
 47      I, 27|     suppose to follow as a whole, e.g. that every animal follows
 48      I, 27|           useless and impossible, e.g. that every man is every
 49      I, 27|        the inferior term follows, e.g. take as subjects of the
 50      I, 28|       primary and most universal, e.g. in reference to E we must
 51      I, 28|           to produce a syllogism, e.g. if the consequents of the
 52      I, 28|        consequents are identical, e.g. B and F, we have the middle
 53      I, 28|         which cannot belong to E, e.g. C with H, we have the first
 54      I, 28|        either term are identical, e.g. C and H, both premisses
 55      I, 28|           to the aforesaid moods, e.g. if B and F are contraries
 56      I, 29|       also be proved ostensively, e.g. that A belongs to none of
 57      I, 29|        start from the same terms, e.g. suppose it has been proved
 58      I, 29|   syllogistically in another way, e.g. universal problems by the
 59      I, 30|  reference to everything that is, e.g. about good or knowledge.
 60      I, 31|       whether it is thus or thus, e.g. whether the diagonal is
 61      I, 32|          what has been laid down, e.g. if the assumptions were
 62      I, 33|         not to escape our notice. E.g. if A is stated of B, and
 63      I, 34|        terms of the premiss well, e.g. suppose A to be health,
 64      I, 34|         no syllogism can be made, e.g. if "healthy" is substituted
 65      I, 35|        result from such a search, e.g. the belief that syllogism
 66      I, 36|         stated of the third term, e.g. if wisdom is knowledge,
 67      I, 36|         not stated of the middle, e.g. if there is a science of
 68      I, 36|         third, and sometimes not: e.g. if there is a genus of that
 69      I, 36|           of that" or "for that", e.g. "there is not a motion of
 70      I, 36|         stated in the nominative, e.g. man, good, contraries, not
 71      I, 36| contraries, not in oblique cases, e.g. of man, of a good, of contraries,
 72      I, 36|           term-either the dative, e.g. "equal to this", or the
 73      I, 36|           this", or the genitive, e.g. "double of this", or the
 74      I, 36|         this", or the accusative, e.g. "that which strikes or sees
 75      I, 36|         this", or the nominative, e.g. "man is an animal", or in
 76      I, 38|           attribute or condition, e.g. when the good is proved
 77      I, 38|          is good, but that it is; e.g. let A stand for knowledge
 78      I, 41|           C, though not to all C: e.g. let B stand for beautiful,
 79      I, 43|           the length of the term: e.g. if a man proves that water
 80      I, 44|         faculty is of contraries, e.g. of what is healthy and what
 81      I, 44|         to accept the conclusion; e.g. an agreement that if there
 82      I, 44|    because the falsity is patent, e.g. the falsity of what follows
 83      I, 45|        reduced to another figure, e.g. a negative syllogism in
 84      I, 45|         universal but particular, e.g. if A belongs to no B, and
 85      I, 45|          figure will be possible, e.g. if A belongs to no B and
 86      I, 45|      resolution will be possible, e.g. if A belongs to all B, but
 87      I, 45|      resolution will be possible, e.g. if B belongs to all C, and
 88      I, 45|           statement is universal, e.g. if A belongs to no C, and
 89      I, 46|          or different in meaning, e.g. "not to be white" and "to
 90      I, 46|          each cannot be the same, e.g. that whatever is an animal
 91      I, 46|        must belong to everything, e.g. we may reason that "if A
 92     II, 1 |         more than one conclusion, e.g. if A has been proved to
 93     II, 1 |         latter in the conclusion; e.g. if the conclusion AB is
 94     II, 1 |    subordinate to the conclusion, e.g. if A belongs to no B and
 95     II, 1 |    however through the syllogism, e.g. if A belongs to all B and
 96     II, 2 |           to C. This is possible, e.g. animal belongs to no stone,
 97     II, 2 |      although A belongs to all B, e.g. if the same terms are taken
 98     II, 2 |          premiss is wholly false, e.g. AB, the conclusion will
 99     II, 2 |        the contrary of the truth, e.g. if what belongs to none
100     II, 2 |        and if B belongs to all C, e.g. animal to every swan and
101     II, 2 |           should belong to all C, e.g. animal to some white thing,
102     II, 2 |         though B belongs to no C, e.g. these being species of the
103     II, 2 |       should not belong to any C, e.g. a genus to species of another
104     II, 2 |        while B belongs to some C, e.g. a genus to its species and
105     II, 2 |       though B belongs to some C, e.g. a genus to the species of
106     II, 2 |          some C, and B to some C, e.g. animal belongs to no snow,
107     II, 2 |     although B belongs to some C, e.g. animal belongs to every
108     II, 2 |        and B belonging to some C, e.g. animal to something beautiful
109     II, 2 |          while B belongs to no C, e.g. animal to every swan and
110     II, 2 |          while B belongs to no C, e.g. a genus to the species of
111     II, 2 |         though B belongs to no C, e.g. if B is the contrary of
112     II, 2 |          while B belongs to no C, e.g. a genus in relation to the
113     II, 2 |          while B belongs to no C, e.g. animal belongs to every
114     II, 3 |     belongs to no B and to all C, e.g. animal to no stone and to
115     II, 3 |         though B belongs to no C, e.g. a genus to its co-ordinate
116     II, 3 |         though B belongs to no C, e.g. animal to some white things
117     II, 3 |          while B belongs to no C, e.g. animal belongs to some white
118     II, 3 |         to some C, and B to no C, e.g. animal to some white things
119     II, 3 |        does not belong to some C, e.g. animal to every man and
120     II, 3 |        does not belong to some C, e.g. animal belongs to nothing
121     II, 3 |        does not belong to some C, e.g. animal belongs to no number
122     II, 3 |           does not follow some C, e.g. a genus in relation to its
123     II, 3 |        does not belong to some C, e.g. animal follows no science
124     II, 4 |        while A belongs to some B, e.g. neither man nor footed follows
125     II, 4 |      should not belong to some B, e.g. black belongs to no swan,
126     II, 4 |        while A belongs to some B, e.g. white and beautiful belong
127     II, 4 |         does not belong to all B, e.g. white does not belong to
128     II, 4 |        does not belong to some B, e.g. animal and white follow
129     II, 4 |       though A belongs to some B, e.g. animal belongs to every
130     II, 4 |        while A belongs to some B, e.g. biped belongs to every man,
131     II, 5 |           the original syllogism: e.g. suppose it has been necessary
132     II, 5 |          everything reciprocally, e.g. if A and B and C are convertible
133     II, 7 |       which this does not belong, e.g. if A belongs to no C, and
134     II, 11|           conclusion is supposed, e.g. that A does not belong to
135     II, 15|           the universal negative, e.g. "every science is good", "
136     II, 15|        the terms may be reversed; e.g. A may belong to all B and
137     II, 15|      always contrary to the fact, e.g. if a thing is good, it is
138     II, 15|        hypothesis from resulting, e.g. if something is odd, it
139     II, 15|       premiss is at once assumed, e.g. "every animal is white and
140     II, 15|  additional assumption, assuming, e.g., that every science is supposition,
141     II, 16|      demonstrate it through them, e.g. if A should be proved through
142     II, 17|          the cause, is just this: e.g. if a man, wishing to prove
143     II, 17|   connexion upwards or downwards, e.g. if it is laid down that
144     II, 17|      trace the connexion upwards; e.g. suppose that A belongs to
145     II, 17|         depend on the hypothesis, e.g. when one traces the connexion
146     II, 17|          from several hypotheses, e.g. that parallels meet, both
147     II, 18|      premisses are more than two, e.g. if C is established through
148     II, 21|           our thought about them, e.g. if it is possible that the
149     II, 21|       members of a single series; e.g. suppose A belongs to B,
150     II, 21|          of the two middle terms: e.g. that A belongs to all B,
151     II, 21|        one of the two syllogisms: e.g. A belongs to all B, and
152     II, 21|           concerning particulars: e.g. if A belongs to all B, and
153     II, 21|           ignorant that C exists; e.g. let A stand for two right
154     II, 21|        know some things directly; e.g. that the angles are equal
155     II, 21|           A does not belong to C, e.g. knowing that every mule
156     II, 22|           conclusion is negative, e.g. if B belongs to C, but A
157     II, 23|       means of the other extreme, e.g. if B is the middle term
158     II, 23|    particular long-lived animals, e.g. man, horse, mule. A then
159     II, 24|      obtained from similar cases, e.g. that the war against the
160     II, 26|          that certain contraries, e.g. what is healthy and what
161     II, 26|      terms taken by his opponent, e.g. if a man maintains that
162     II, 26|           s premiss is universal, e.g. he will point out that the
163     II, 26|           term assumed is middle, e.g. the knowable and the unknowable.
164     II, 26|        require a fuller argument, e.g. if it should not be granted
165     II, 27|           thus, is a probability, e.g. "the envious hate", "the
166     II, 27|      stated as well, a syllogism, e.g. "Pittacus is generous, since
167     II, 27|   properly to an individual kind, e.g. courage to lions, it is
168     II, 27|         whole has two properties, e.g. if the lion is both brave
169     II, 27|     affections and not the other: e.g. if a man is brave but not
170     II, 27|          not convertible with it: e.g. let A stand for courage,